On invariants for particle propagation in non-Abelian fields
arXiv:0903.2293 · doi:10.1103/PhysRevD.80.067701
Abstract
Characterising the propagation of particles in an external non-Abelian field only in terms of invariants constructed from its field tensor is not always sufficient, especially, in many analytically tractable and phenomenologically interesting cases.
4 pages, no figures, to be published in PRD
References in corpus (25)
- Computing Quark and Gluon Distribution Functions for Very Large Nuclei
- Gluon Distribution Functions for Very Large Nuclei at Small Transverse Momentum
- Green's Functions in the Color Field of a Large Nucleus
- Perturbative Quantum Field Theory in the String-Inspired Formalism
- Field Theory Without Feynman Diagrams: One-Loop Effective Actions
- Worldline Instantons and Pair Production in Inhomogeneous Fields
- Worldline Instantons II: The Fluctuation Prefactor
- Pair production in inhomogeneous fields
- Non-Perturbative Quark-Antiquark Production From a Constant Chromo-Electric Field via the Schwinger Mechanism
- Soft-Gluon Production Due to a Gluon Loop in a Constant Chromo-Electric Background Field
- Gutzwiller's Trace Formula and Vacuum Pair Production
- Non-Perturbative Gluon pair production from a Constant Chromo-Electric Field via the Schwinger Mechanism in Arbitrary Gauge
- Fermion production in time-dependent fields
- Quark-antiquark pair production in space-time dependent fields
- Phase Space Description of the Leading Order Quark and Gluon Production from a Space-Time Dependent Chromofield
- The Wu-Yang Ambiguity Revisited
- Casimir dependence of transverse distribution of pairs produced from a strong constant chromo-electric background field
- Gluon propagation in space-time dependent fields
- QCD Green functions in a gluon field
- Gauge-Invariant Quantities Characterizing Gauge Fields in Chromodynamics
- Lorentz invariant ensembles of vector backgrounds
- Perturbative gauge theory in a background
- Non-abelian vector backgrounds with restored Lorentz invariance
- Slowly decaying classical fields, unitarity, and gauge invariance
- Concerning gauge field fluctuations around classical configurations